@DarrylMorrell, The reason they appear as stems is because they are essentially a scalar multiplied to an impulse element, n. This is denoted as c_k*d[n-k] where d is the Dirac delta function (the impulse function). Representing a function in discrete time can always be represented as the sum of individual impulses: x[n] = c_1*d[n] + c_2*d[n-1] +c_3*d[n-3] ...
reallly really great videos these videos are really helpful btw could you please enhance the audio.?? it will be better if the audio a little bit louder
Very professional explanation ,comment from 2022 electronic student 😅
Thank you for the video. Your description is definitely more clear than my professor's
Very nice work Mr. Morrell. Thanks for adding these videos on TH-cam...
@DarrylMorrell, The reason they appear as stems is because they are essentially a scalar multiplied to an impulse element, n. This is denoted as c_k*d[n-k] where d is the Dirac delta function (the impulse function). Representing a function in discrete time can always be represented as the sum of individual impulses: x[n] = c_1*d[n] + c_2*d[n-1] +c_3*d[n-3] ...
The sound volume was a bit low, but the video was very good at explaining what discreet time signals are. Thank you for that!
Thank you very much for the video.
from Massachusetts
thank you instructor it tend me to next step about discrete time signal
reallly really great videos
these videos are really helpful
btw could you please enhance the audio.??
it will be better if the audio a little bit louder
very helpful! thx!
thank you so much sit it helped alot
Thank you so much sir.
Thank u very much
Thanks ☻
Very quite
4:18 The world is not continuous, if you take c as reference, everything becomes discrete moments.
Good explanation but ur voice is not clear sir....
Please improve the Audio, thnx.
tHANKS.. BUT PLEASE IMPROVE aUDIO..